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(Hz)-90-80-70-60-50-40-30-20-10010Gain (dB)Bode plot diff --git a/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_bode_plotter_with_values.svg b/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_bode_plotter_with_values.svg new file mode 100644 index 0000000..2a65706 --- /dev/null +++ b/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_bode_plotter_with_values.svg @@ -0,0 +1,431 @@ + + +101102103104Frequency (Hz)-90-80-70-60-50-40-30-20-10010Gain (dB)Bode plotX: 10Y: 0.002519X: 2e+04Y: -0.003171X: 1950Y: 0.03744X: 2259Y: -38.98X: 2761Y: -39.7X: 4624Y: 0.509X: 3141Y: -2.68 diff --git a/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_oscilloscope.csv b/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_oscilloscope.csv new file mode 100644 index 0000000..2e0858c --- /dev/null +++ b/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_oscilloscope.csv @@ -0,0 +1,25609 @@ +X--Trace 1::[Channel A],Y--Trace 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+19218.8,0.00205889,,0,0 +19265.6,0.00205559,,0,0 +19312.5,0.00205234,,0,0 +19359.4,0.00204913,,0,0 +19406.3,0.00204597,,0,0 +19453.1,0.00204285,,0,0 +19500,0.00203977,,0,0 +19546.9,0.00203674,,0,0 +19593.8,0.00203374,,0,0 +19640.6,0.00203079,,0,0 +19687.5,0.00202788,,0,0 +19734.4,0.00202501,,0,0 +19781.3,0.00202218,,0,0 +19828.1,0.0020194,,0,0 +19875,0.00201665,,0,0 +19921.9,0.00201394,,0,0 +19968.8,0.00201127,,0,0 +20015.6,0.00200864,,0,0 +20062.5,0.00200605,,0,0 +20109.4,0.00200349,,0,0 +20156.3,0.00200098,,0,0 +20203.1,0.0019985,,0,0 +20250,0.00199606,,0,0 +20296.9,0.00199366,,0,0 +20343.8,0.00199129,,0,0 +20390.6,0.00198896,,0,0 +20437.5,0.00198666,,0,0 +20484.4,0.0019844,,0,0 +20531.3,0.00198218,,0,0 +20578.1,0.00197999,,0,0 +20625,0.00197784,,0,0 +20671.9,0.00197573,,0,0 +20718.8,0.00197364,,0,0 +20765.6,0.00197159,,0,0 +20812.5,0.00196958,,0,0 +20859.4,0.0019676,,0,0 +20906.3,0.00196565,,0,0 +20953.1,0.00196374,,0,0 +21000,0.00196186,,0,0 +21046.9,0.00196002,,0,0 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+22968.8,0.00191085,,0,0 +23015.6,0.00191026,,0,0 +23062.5,0.0019097,,0,0 +23109.4,0.00190917,,0,0 +23156.3,0.00190866,,0,0 +23203.1,0.00190818,,0,0 +23250,0.00190773,,0,0 +23296.9,0.00190731,,0,0 +23343.8,0.00190691,,0,0 +23390.6,0.00190654,,0,0 +23437.5,0.0019062,,0,0 +23484.4,0.00190589,,0,0 +23531.3,0.0019056,,0,0 +23578.1,0.00190534,,0,0 +23625,0.00190511,,0,0 +23671.9,0.00190491,,0,0 +23718.8,0.00190473,,0,0 +23765.6,0.00190458,,0,0 +23812.5,0.00190446,,0,0 +23859.4,0.00190436,,0,0 +23906.3,0.0019043,,0,0 +23953.1,0.00190425,,0,0 diff --git a/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_spectrum_analyzer_output.svg b/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_spectrum_analyzer_output.svg new file mode 100644 index 0000000..f83ba6d --- /dev/null +++ b/Band Elimination Chebyshev/Multisim/band_elimination_chebyshev_spectrum_analyzer_output.svg @@ -0,0 +1,251 @@ + + +020004000600080001000012000Frequency (Hz)00.20.40.60.811.21.41.61.8Amplitude (V)Spectrum analyzer plot diff --git a/Band Elimination Chebyshev/Multisim/multisim_csv_plot.m b/Band Elimination Chebyshev/Multisim/multisim_csv_plot.m index 4c8c89c..8513914 100644 --- a/Band Elimination Chebyshev/Multisim/multisim_csv_plot.m +++ b/Band Elimination Chebyshev/Multisim/multisim_csv_plot.m @@ -1,4 +1,5 @@ -multisim = csvread('multisim.csv'); +%{ +multisim = csvread('band_elimination_chebyshev_bode_plotter.csv', 1, 0); % Create figure figure1 = figure('Name','Bode plot','Color',[1 1 1]); @@ -6,8 +7,7 @@ axes1 = axes('Parent',figure1); hold(axes1,'on'); % Create semilogx -semilogx(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); - +semilogx(multisim(:, 1),20*log10(multisim(:, 2)),'Color',[1 0.501960813999176 0]); xlabel('Frequency (Hz)'); ylabel('Gain (dB)'); @@ -17,3 +17,126 @@ set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... 'XMinorTick','on','XScale','log','YColor',[0 0 0],'YGrid','on'); +%} +%======================================================================================= +%{ +multisim = csvread('band_elimination_chebyshev_oscilloscope.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-4 4]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 4),multisim(:, 5),'Color',[0 0.5 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-4 4]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); +plot(multisim(:, 4),multisim(:, 5),'Color',[0 0.5 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-4 4]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); +%} +%======================================================================================= +%{ +multisim = csvread('band_elimination_chebyshev_spectrum_analyzer_input.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 1.8]); +xlim(axes1,[0 12000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +multisim2 = csvread('band_elimination_chebyshev_spectrum_analyzer_output.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim2(:, 1),multisim2(:, 2),'Color',[0 0.5 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 1.8]); +xlim(axes1,[0 12000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); +plot(multisim2(:, 1),multisim2(:, 2),'Color',[0 0.5 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 1.8]); +xlim(axes1,[0 12000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); +%} \ No newline at end of file diff --git a/Band Elimination Chebyshev/band_elimination_design.m b/Band Elimination Chebyshev/band_elimination_design.m index 93d2ffa..73e3ea0 100644 --- a/Band Elimination Chebyshev/band_elimination_design.m +++ b/Band Elimination Chebyshev/band_elimination_design.m @@ -848,7 +848,7 @@ ltiview('bodemag', high_pass_notch_units_transfer_functions(1,1), ... low_pass_notch_units_transfer_functions(1,1), ... low_pass_notch_units_transfer_functions(1,2), ... total_transfer_function); -%{ + hold off sampling_time_seconds = 60; % s @@ -880,25 +880,34 @@ system_output = lsim(total_transfer_function, input_signal, ... sampling_time_vector); % Plots only the first 500 samples -figure(1) +figure('Name','Filter response to input signal'); plot(sampling_time_vector(1:500), input_signal(1:500), ... sampling_time_vector(1:500), system_output(1:500)); +title('Filter response to input signal'); +xlabel('Time (s)'); +ylabel('Voltage (V)'); grid on % Plots the power spectrum of the input signal input_signal_fft = fft(input_signal); Pyy = input_signal_fft.*conj(input_signal_fft)/sampling_length_L; -figure(2) +figure('Name','Input signal spectrum'); semilogx(frequency_vector,Pyy(1:sampling_length_L/2+1)) +title('Input signal spectrum'); +xlabel('Frequency (Hz)'); +ylabel('Trivial unit'); grid on % Plots the power spectrum of the output signal system_output_fft = fft(system_output, length(sampling_time_vector)); Pyy = system_output_fft.*conj(system_output_fft)/sampling_length_L; -figure(3) +figure('Name','Output signal spectrum'); semilogx(frequency_vector,Pyy(1:sampling_length_L/2+1)) +title('Output signal spectrum'); +xlabel('Frequency (Hz)'); +ylabel('Trivial unit'); grid on -%} + % Clears unneeded variables from workspace clearVars = {'temp', 'Pyy', 'frequency_vector', 'i' ... 'system_output', 'total_transfer_function', 'system_output_fft'}; diff --git a/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_combined_input_output_sig.svg b/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_combined_input_output_sig.svg new file mode 100644 index 0000000..551b5cb --- /dev/null +++ b/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_combined_input_output_sig.svg @@ -0,0 +1,226 @@ + + +01234567Time (s)#10-3-4-3-2-101234Voltage (V)Filter response to input signal diff --git a/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_input_spectrum.svg b/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_input_spectrum.svg new file mode 100644 index 0000000..4cb0bfe --- /dev/null +++ b/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_input_spectrum.svg @@ -0,0 +1,440 @@ + + +10-210-1100101102103104105Frequency (Hz)024681012141618Trivial unit#105Input signal spectrum diff --git a/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_output_spectrum.svg b/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_output_spectrum.svg new file mode 100644 index 0000000..03526ea --- /dev/null +++ b/Band Elimination Chebyshev/matlab_band_elimination_chebyshev_output_spectrum.svg @@ -0,0 +1,440 @@ + + +10-210-1100101102103104105Frequency (Hz)024681012141618Trivial unit#105Output signal spectrum diff --git a/Band Pass Chebyshev/Adobe Illustrator circuit layouts/band_pass_chebyshev_circuit_layout.ai b/Band Pass Chebyshev/Adobe Illustrator circuit layouts/band_pass_chebyshev_circuit_layout.ai index 716a749..706cfa9 100644 --- a/Band Pass Chebyshev/Adobe Illustrator circuit layouts/band_pass_chebyshev_circuit_layout.ai +++ b/Band Pass Chebyshev/Adobe Illustrator circuit layouts/band_pass_chebyshev_circuit_layout.ai @@ -1,5 +1,5 @@ %PDF-1.5 % -1 0 obj <>/OCGs[9 0 R 62 0 R 123 0 R 184 0 R 245 0 R 304 0 R 367 0 R 430 0 R 493 0 R 556 0 R 619 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 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Chebyshev/Multisim/band_pass_chebyshev_spectrum_analyzer_output.csv b/Band Pass Chebyshev/Multisim/band_pass_chebyshev_spectrum_analyzer_output.csv new file mode 100644 index 0000000..f70e887 --- /dev/null +++ b/Band Pass Chebyshev/Multisim/band_pass_chebyshev_spectrum_analyzer_output.csv @@ -0,0 +1,257 @@ +X--Trace 1::[Signal],Y--Trace 1::[Signal],,X--Trace 2::[Ref_Line],Y--Trace 2::[Ref_Line] +0,0.000721896,,0,0 +39.0625,0.00160106,,0,0 +78.125,0.00200607,,0,0 +117.188,0.0025579,,0,0 +156.25,0.00320203,,0,0 +195.313,0.00391931,,0,0 +234.375,0.00470813,,0,0 +273.438,0.00557215,,0,0 +312.5,0.00654336,,0,0 +351.563,0.00762534,,0,0 +390.625,0.00885662,,0,0 +429.688,0.0102799,,0,0 +468.75,0.0119556,,0,0 +507.813,0.0139707,,0,0 +546.875,0.0164551,,0,0 +585.938,0.0196104,,0,0 +625,0.0237646,,0,0 +664.063,0.0294798,,0,0 +703.125,0.0377665,,0,0 +742.188,0.0506544,,0,0 +781.25,0.0993372,,0,0 +820.313,0.443221,,0,0 +859.375,0.770046,,0,0 +898.438,0.0344282,,0,0 +937.5,0.0705826,,0,0 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+8828.13,0.00205421,,0,0 +8867.19,0.00205182,,0,0 +8906.25,0.00204952,,0,0 +8945.31,0.00204729,,0,0 +8984.38,0.00204516,,0,0 +9023.44,0.00204311,,0,0 +9062.5,0.00204114,,0,0 +9101.56,0.00203925,,0,0 +9140.63,0.00203745,,0,0 +9179.69,0.00203573,,0,0 +9218.75,0.00203409,,0,0 +9257.81,0.00203254,,0,0 +9296.88,0.00203106,,0,0 +9335.94,0.00202967,,0,0 +9375,0.00202836,,0,0 +9414.06,0.00202713,,0,0 +9453.13,0.00202598,,0,0 +9492.19,0.00202491,,0,0 +9531.25,0.00202392,,0,0 +9570.31,0.00202301,,0,0 +9609.38,0.00202218,,0,0 +9648.44,0.00202143,,0,0 +9687.5,0.00202076,,0,0 +9726.56,0.00202017,,0,0 +9765.63,0.00201966,,0,0 +9804.69,0.00201922,,0,0 +9843.75,0.00201887,,0,0 +9882.81,0.00201859,,0,0 +9921.88,0.00201839,,0,0 +9960.94,0.00201828,,0,0 diff --git a/Band Pass Chebyshev/Multisim/band_pass_chebyshev_spectrum_analyzer_output.svg b/Band Pass Chebyshev/Multisim/band_pass_chebyshev_spectrum_analyzer_output.svg new file mode 100644 index 0000000..fc88d51 --- /dev/null +++ b/Band Pass Chebyshev/Multisim/band_pass_chebyshev_spectrum_analyzer_output.svg @@ -0,0 +1,321 @@ + + +0500100015002000250030003500400045005000Frequency (Hz)00.10.20.30.40.50.60.70.80.91Amplitude (V)Spectrum analyzer plot diff --git a/Band Pass Chebyshev/Multisim/multisim_csv_plot.m b/Band Pass Chebyshev/Multisim/multisim_csv_plot.m index 4c8c89c..fac1b39 100644 --- a/Band Pass Chebyshev/Multisim/multisim_csv_plot.m +++ b/Band Pass Chebyshev/Multisim/multisim_csv_plot.m @@ -1,4 +1,5 @@ -multisim = csvread('multisim.csv'); +%{ +multisim = csvread('band_pass_chebyshev_bode_plotter.csv', 1, 0); % Create figure figure1 = figure('Name','Bode plot','Color',[1 1 1]); @@ -6,8 +7,7 @@ axes1 = axes('Parent',figure1); hold(axes1,'on'); % Create semilogx -semilogx(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); - +semilogx(multisim(:, 1),20*log10(multisim(:, 2)),'Color',[1 0.501960813999176 0]); xlabel('Frequency (Hz)'); ylabel('Gain (dB)'); @@ -17,3 +17,126 @@ set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... 'XMinorTick','on','XScale','log','YColor',[0 0 0],'YGrid','on'); +%} +%======================================================================================= +%{ +multisim = csvread('band_pass_chebyshev_oscilloscope.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-4 4]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 4),multisim(:, 5),'Color',[0 0.5 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-4 4]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); +plot(multisim(:, 4),multisim(:, 5),'Color',[0 0.5 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-4 4]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); +%} +%======================================================================================= +%{ +multisim = csvread('band_pass_chebyshev_spectrum_analyzer_input.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 1]); +xlim(axes1,[0 5000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +multisim2 = csvread('band_pass_chebyshev_spectrum_analyzer_output.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim2(:, 1),multisim2(:, 2),'Color',[0 0.5 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 1]); +xlim(axes1,[0 5000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); +plot(multisim2(:, 1),multisim2(:, 2),'Color',[0 0.5 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 1]); +xlim(axes1,[0 5000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); +%} \ No newline at end of file diff --git a/Band Pass Chebyshev/band_pass_design.m b/Band Pass Chebyshev/band_pass_design.m index d8e7283..2e2f264 100644 --- a/Band Pass Chebyshev/band_pass_design.m +++ b/Band Pass Chebyshev/band_pass_design.m @@ -537,7 +537,6 @@ ltiview('bodemag', units_transfer_functions(1,1), units_transfer_functions(1,2), units_transfer_functions(1,3), units_transfer_functions(1,4), ... total_transfer_function); -%{ hold off sampling_time_seconds = 60; % s @@ -569,28 +568,37 @@ system_output = lsim(total_transfer_function, input_signal, ... sampling_time_vector); % Plots only the first 2000 samples -figure(1) +figure('Name','Filter response to input signal'); plot(sampling_time_vector(1:2000), input_signal(1:2000), ... sampling_time_vector(1:2000), system_output(1:2000)); +title('Filter response to input signal'); +xlabel('Time (s)'); +ylabel('Voltage (V)'); grid on % Plots the power spectrum of the input signal input_signal_fft = fft(input_signal); Pyy = input_signal_fft.*conj(input_signal_fft)/sampling_length_L; -figure(2) +figure('Name','Input signal spectrum'); semilogx(frequency_vector,Pyy(1:sampling_length_L/2+1)) +title('Input signal spectrum'); +xlabel('Frequency (Hz)'); +ylabel('Trivial unit'); grid on % Plots the power spectrum of the output signal system_output_fft = fft(system_output, length(sampling_time_vector)); Pyy = system_output_fft.*conj(system_output_fft)/sampling_length_L; -figure(3) +figure('Name','Output signal spectrum'); semilogx(frequency_vector,Pyy(1:sampling_length_L/2+1)) +title('Output signal spectrum'); +xlabel('Frequency (Hz)'); +ylabel('Trivial unit'); grid on -%} + % Clears unneeded variables from workspace clearVars = {'temp', 'Pyy', 'frequency_vector', 'system_output', ... - 'units_transfer_functions', 'system_output_fft', ... + 'units_transfer_functions', 'system_output_fft', 'i', ... 'total_transfer_function'}; clear(clearVars{:}) clear clearVars diff --git a/Band Pass Chebyshev/matlab_band_pass_chebyshev_combined_input_output_sig.svg b/Band Pass Chebyshev/matlab_band_pass_chebyshev_combined_input_output_sig.svg new file mode 100644 index 0000000..58380ab --- /dev/null +++ b/Band Pass Chebyshev/matlab_band_pass_chebyshev_combined_input_output_sig.svg @@ -0,0 +1,194 @@ + + +00.0050.010.0150.020.025Time (s)-4-3-2-101234Voltage (V)Filter response to input signal diff --git a/Band Pass Chebyshev/matlab_band_pass_chebyshev_input_spectrum.svg b/Band Pass Chebyshev/matlab_band_pass_chebyshev_input_spectrum.svg new file mode 100644 index 0000000..95ec85d --- /dev/null +++ b/Band Pass Chebyshev/matlab_band_pass_chebyshev_input_spectrum.svg @@ -0,0 +1,426 @@ + + +10-210-1100101102103104105Frequency (Hz)02468101214Trivial unit#105Input signal spectrum diff --git a/Band Pass Chebyshev/matlab_band_pass_chebyshev_output_spectrum.svg b/Band Pass Chebyshev/matlab_band_pass_chebyshev_output_spectrum.svg new file mode 100644 index 0000000..356a9a6 --- /dev/null +++ b/Band Pass Chebyshev/matlab_band_pass_chebyshev_output_spectrum.svg @@ -0,0 +1,426 @@ + + +10-210-1100101102103104105Frequency (Hz)02468101214Trivial unit#105Output signal spectrum diff --git a/High Pass Butterworth/Multisim/high_pass_butterworth.ms14 b/High Pass Butterworth/Multisim/high_pass_butterworth.ms14 index e5f1245..dce9965 100644 Binary files a/High Pass Butterworth/Multisim/high_pass_butterworth.ms14 and b/High Pass Butterworth/Multisim/high_pass_butterworth.ms14 differ diff --git a/High Pass Butterworth/Multisim/high_pass_butterworth_bode_plotter.csv b/High Pass Butterworth/Multisim/high_pass_butterworth_bode_plotter.csv new file mode 100644 index 0000000..ea40a74 --- /dev/null +++ b/High Pass Butterworth/Multisim/high_pass_butterworth_bode_plotter.csv @@ -0,0 +1,1652 @@ +X--Trace 1::[Bode Result],Y--Trace 1::[Bode Result] +10,1.24161e-010 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+38437.5,0.0103334,,0,0 +38515.6,0.0103307,,0,0 +38593.8,0.0103281,,0,0 +38671.9,0.0103257,,0,0 +38750,0.0103234,,0,0 +38828.1,0.0103212,,0,0 +38906.3,0.0103192,,0,0 +38984.4,0.0103173,,0,0 +39062.5,0.0103156,,0,0 +39140.6,0.010314,,0,0 +39218.8,0.0103125,,0,0 +39296.9,0.0103112,,0,0 +39375,0.01031,,0,0 +39453.1,0.010309,,0,0 +39531.3,0.010308,,0,0 +39609.4,0.0103073,,0,0 +39687.5,0.0103067,,0,0 +39765.6,0.0103062,,0,0 +39843.8,0.0103058,,0,0 +39921.9,0.0103056,,0,0 diff --git a/High Pass Butterworth/Multisim/high_pass_butterworth_spectrum_analyzer_output.svg b/High Pass Butterworth/Multisim/high_pass_butterworth_spectrum_analyzer_output.svg new file mode 100644 index 0000000..12b9087 --- /dev/null +++ b/High Pass Butterworth/Multisim/high_pass_butterworth_spectrum_analyzer_output.svg @@ -0,0 +1,332 @@ + + +00.20.40.60.811.21.41.61.82Frequency (Hz)#1040123456789Amplitude (V)Spectrum analyzer plot diff --git a/High Pass Butterworth/Multisim/multisim_csv_plot.m b/High Pass Butterworth/Multisim/multisim_csv_plot.m index 4c8c89c..e4c8db1 100644 --- a/High Pass Butterworth/Multisim/multisim_csv_plot.m +++ b/High Pass Butterworth/Multisim/multisim_csv_plot.m @@ -1,4 +1,5 @@ -multisim = csvread('multisim.csv'); +%{ +multisim = csvread('high_pass_butterworth_bode_plotter.csv', 1, 0); % Create figure figure1 = figure('Name','Bode plot','Color',[1 1 1]); @@ -6,14 +7,136 @@ axes1 = axes('Parent',figure1); hold(axes1,'on'); % Create semilogx -semilogx(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); - +semilogx(multisim(:, 1),20*log10(multisim(:, 2)),'Color',[1 0.501960813999176 0]); xlabel('Frequency (Hz)'); ylabel('Gain (dB)'); -ylim(axes1,[-90 10]); +ylim(axes1,[-90 12]); title('Bode plot') set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... 'XMinorTick','on','XScale','log','YColor',[0 0 0],'YGrid','on'); +%} +%======================================================================================= +%{ +multisim = csvread('high_pass_butterworth_oscilloscope.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-15 15]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 4),multisim(:, 5),'Color',[0 0.5 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-15 15]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Oscilloscope plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); +plot(multisim(:, 4),multisim(:, 5),'Color',[0 0.5 0]); + +xlabel('Time (s)'); +ylabel('Voltage (V)'); +ylim(axes1,[-15 15]); +xlim(axes1,[-1e-05 0.05]); +title('Oscilloscope plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); +%} +%======================================================================================= +%{ +multisim = csvread('high_pass_butterworth_spectrum_analyzer_input.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 9]); +xlim(axes1,[0 20000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +multisim2 = csvread('high_pass_butterworth_spectrum_analyzer_output.csv', 1, 0); + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim2(:, 1),multisim2(:, 2),'Color',[0 0.5 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 9]); +xlim(axes1,[0 20000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); + +%======================================================================================= + +% Create figure +figure1 = figure('Name','Spectrum analyzer plot','Color',[1 1 1]); +axes1 = axes('Parent',figure1); +hold(axes1,'on'); + +plot(multisim(:, 1),multisim(:, 2),'Color',[1 0.501960813999176 0]); +plot(multisim2(:, 1),multisim2(:, 2),'Color',[0 0.5 0]); + +xlabel('Frequency (Hz)'); +ylabel('Amplitude (V)'); +ylim(axes1,[0 9]); +xlim(axes1,[0 20000]); +title('Spectrum analyzer plot') +set(axes1,'Color',[0 0 0],'GridAlpha',0.5,'GridColor',[1 1 1],... + 'GridLineStyle',':','MinorGridAlpha',0.5,'MinorGridColor',[1 1 1],'TickDir',... + 'both','TickLength',[0.004 0.0025],'XColor',[0 0 0],'XGrid','on',... + 'XMinorTick','on','YColor',[0 0 0],'YGrid','on'); +%} \ No newline at end of file diff --git a/High Pass Butterworth/high_pass_design.m b/High Pass Butterworth/high_pass_design.m index 11f7d6a..a0933fe 100644 --- a/High Pass Butterworth/high_pass_design.m +++ b/High Pass Butterworth/high_pass_design.m @@ -433,7 +433,6 @@ ltiview('bodemag', total_transfer_function); ltiview('bodemag', units_transfer_functions(1,1), units_transfer_functions(1,2), ... total_transfer_function); -%{ hold off sampling_time_seconds = 60; % s @@ -461,25 +460,35 @@ system_output = lsim(total_transfer_function, input_signal, ... sampling_time_vector); % Plots only the first 500 samples -figure(1) +figure('Name','Filter response to input signal'); +title('Filter response to input signal'); plot(sampling_time_vector(1:500), input_signal(1:500), ... sampling_time_vector(1:500), system_output(1:500)); +title('Filter response to input signal'); +xlabel('Time (s)'); +ylabel('Voltage (V)'); grid on % Plots the power spectrum of the input signal input_signal_fft = fft(input_signal); Pyy = input_signal_fft.*conj(input_signal_fft)/sampling_length_L; -figure(2) +figure('Name','Input signal spectrum'); semilogx(frequency_vector,Pyy(1:sampling_length_L/2+1)) +title('Input signal spectrum'); +xlabel('Frequency (Hz)'); +ylabel('Trivial unit'); grid on % Plots the power spectrum of the output signal system_output_fft = fft(system_output, length(sampling_time_vector)); Pyy = system_output_fft.*conj(system_output_fft)/sampling_length_L; -figure(3) +figure('Name','Output signal spectrum'); semilogx(frequency_vector,Pyy(1:sampling_length_L/2+1)) +title('Output signal spectrum'); +xlabel('Frequency (Hz)'); +ylabel('Trivial unit'); grid on -%} + % Clears unneeded variable from workspace clearVars = {'high_frequency', 'total_transfer_function', 'Pyy', ... 'frequency_vector', 'system_output', 'system_output_fft'}; diff --git a/High Pass Butterworth/matlab_high_pass_butterworth_combined_input_output_sig.svg b/High Pass Butterworth/matlab_high_pass_butterworth_combined_input_output_sig.svg new file mode 100644 index 0000000..8f16886 --- /dev/null +++ b/High Pass Butterworth/matlab_high_pass_butterworth_combined_input_output_sig.svg @@ -0,0 +1,205 @@ + + +01234567Time (s)#10-3-10-5051015Voltage (V)Filter response to input signal diff --git a/High Pass Butterworth/matlab_high_pass_butterworth_input_spectrum.svg b/High Pass Butterworth/matlab_high_pass_butterworth_input_spectrum.svg new file mode 100644 index 0000000..baaafa4 --- /dev/null +++ b/High Pass Butterworth/matlab_high_pass_butterworth_input_spectrum.svg @@ -0,0 +1,419 @@ + + +10-210-1100101102103104105Frequency (Hz)00.511.522.53Trivial unit#106Input signal spectrum diff --git a/High Pass Butterworth/matlab_high_pass_butterworth_output_spectrum.svg b/High Pass Butterworth/matlab_high_pass_butterworth_output_spectrum.svg new file mode 100644 index 0000000..92eb25d --- /dev/null +++ b/High Pass Butterworth/matlab_high_pass_butterworth_output_spectrum.svg @@ -0,0 +1,419 @@ + + +10-210-1100101102103104105Frequency (Hz)00.511.522.53Trivial unit#107Output signal spectrum diff --git a/Low Pass Inverse Chebyshev/Multisim/low_pass_inversed_chebyshev.ms14 b/Low Pass Inverse Chebyshev/Multisim/low_pass_inversed_chebyshev.ms14 index 82e2af8..9db4f71 100644 Binary files a/Low Pass Inverse Chebyshev/Multisim/low_pass_inversed_chebyshev.ms14 and b/Low Pass Inverse Chebyshev/Multisim/low_pass_inversed_chebyshev.ms14 differ diff --git a/Low Pass Inverse Chebyshev/low_pass_design.m b/Low Pass Inverse Chebyshev/low_pass_design.m index 036d743..1a56dc5 100644 --- a/Low Pass Inverse Chebyshev/low_pass_design.m +++ b/Low Pass Inverse Chebyshev/low_pass_design.m @@ -449,7 +449,6 @@ ltiview('bodemag', total_transfer_function); ltiview('bodemag', unit_transfer_function(1,1), unit_transfer_function(1,2), ... total_transfer_function); -%{ hold off input_signal_frequency = 2000; % Hz @@ -476,25 +475,34 @@ system_output = lsim(total_transfer_function, input_square_wave, ... % Plots only the first 10 periods temp = 10*sampling_frequency_Fs/input_signal_frequency; -figure(1) +figure('Name','Filter response to input signal'); plot(sampling_time_vector(1:temp), input_square_wave(1:temp), ... sampling_time_vector(1:temp), system_output(1:temp)); +title('Filter response to input signal'); +xlabel('Time (s)'); +ylabel('Voltage (V)'); grid on % Plots the power spectrum of the input signal input_square_wave_fft = fft(input_square_wave); Pyy = input_square_wave_fft.*conj(input_square_wave_fft)/sampling_length_L; -figure(2) +figure('Name','Input signal spectrum'); semilogx(frequency_vector,Pyy(1:sampling_length_L/2+1)) +title('Input signal spectrum'); +xlabel('Frequency (Hz)'); +ylabel('Trivial unit'); grid on % Plots the power spectrum of the output signal system_output_fft = fft(system_output, length(sampling_time_vector)); Pyy = system_output_fft.*conj(system_output_fft)/sampling_length_L; -figure(3) +figure('Name','Output signal spectrum'); semilogx(frequency_vector,Pyy(1:sampling_length_L/2+1)) +title('Output signal spectrum'); +xlabel('Frequency (Hz)'); +ylabel('Trivial unit'); grid on -%} + % Clears unneeded variable from workspace clear low_frequency clear -regexp _numerator$ diff --git a/report/1_low_pass/1_low_pass.pug b/report/1_low_pass/1_low_pass.pug index 17891b8..9932718 100644 --- a/report/1_low_pass/1_low_pass.pug +++ b/report/1_low_pass/1_low_pass.pug @@ -47,6 +47,6 @@ figure.block-center.width-15cm Στο γράφημα φαίνονται οι συχνότητες που ορίζουν τη ζώνη διόδου (f#[sub p]/ω#[sub p]) και τη ζώνη αποκοπής (f#[sub s]/ω#[sub s]), καθώς και οι προδιαγραφές α#[sub min] και α#[sub max]. // Sub-Chapters -include 1_low_pass_design -include 1_low_pass_transfer_function_matlab +//- include 1_low_pass_design +//- include 1_low_pass_transfer_function_matlab include 1_low_pass_transfer_function_multisim diff --git a/report/2_band_pass/2_band_pass.pug b/report/2_band_pass/2_band_pass.pug index 8de86fb..b37e040 100644 --- a/report/2_band_pass/2_band_pass.pug +++ b/report/2_band_pass/2_band_pass.pug @@ -73,4 +73,4 @@ figure.block-center.width-15cm // Sub-Chapters include 2_band_pass_design include 2_band_pass_transfer_function_matlab -//- include 1_low_pass_transfer_function_multisim +include 2_band_pass_transfer_function_multisim diff --git a/report/2_band_pass/2_band_pass_transfer_function_multisim.pug b/report/2_band_pass/2_band_pass_transfer_function_multisim.pug new file mode 100644 index 0000000..4e28afc --- /dev/null +++ b/report/2_band_pass/2_band_pass_transfer_function_multisim.pug @@ -0,0 +1,180 @@ +h3 Υλοποίηση κυκλώματος στο Multisim +p. + Το κύκλωμα του φίλτρου που σχεδιάστηκε προηγουμένως, εισάγεται στο λογισμικό Multisim όπου θα ελεγχθεί η ορθότητα της σχεδίασης του μέσω διάφορων πειραμάτων και θα εξαχθούν χρήσιμα συμπεράσματα για τη λειτουργία του φίλτρου. + Το κύκλωμα, μαζί με τα διάφορα εργαλεία που χρησιμοποιούνται για τον έλεγχό του, φαίνεται στο επόμενο σχηματικό: + +figure.block-center.width-19cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_circuit_layout.svg").width-19cm + figcaption + .reference #[span.plot-count] + .caption.title. + Υλοποίηση ζωνοδιαβατού Chebyshev στο Multisim. + .caption. + Εκτός από το κύκλωμα του φίλτρου, το σχηματικό περιλαμβάνει ένα bode plotter (XBP1), δύο spectrum analyzers (XSA1 και XSA2) και ένα oscilloscope (XSC1) για την καταγραφή των εισόδων και εξόδων του φίλτρου. Επίσης έχουν τοποθετηθεί μία πηγή στοιχειώδους περιοδικού σήματος (V1), μία ομάδα πέντε συνημιτονοειδών πηγών τάσης (V2-V6) και ένας διακόπτης (S1) για την επιλογή του σήματος εισόδου. + +p. + Ο διακόπτης S1 τοποθετείται στην αριστερή επαφή ώστε να επιλεχθεί ως σήμα εισόδου του φίλτρου το στοιχειώδες ημιτονοειδές σήμα της πηγής V1 με χαρακτηριστικά Vpp=1 V, f=1 kHz. Χρησιμοποιώντας το εργαλείο bode plotter (XBP1), εξάγεται η απόκριση συχνότητας του κυκλώματος. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-15cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_bode_plotter.svg").width-15cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος bode plotter-XBP1 ζωνοδιαβατού Chebyshev φίλτρου από το Multisim. + .caption. + Οι επιλογές του bode plotter που χρησιμοποιήθηκαν: + #[br/]#[strong Mode:] Magnitude + #[br/]#[strong Horizontal:] Log με #[strong F:] 20 kHz και #[strong I:] 1 Hz + #[br/]#[strong Vertical:] Log με #[strong F:] 1 dB και #[strong I:] -200 dB + #[br/]#[strong Set...] με #[strong Resolution points:] 1000 + +p. + Το παρακάτω διάγραμμα είναι ίδιο με το προηγούμενο, σημειώνονται όμως οι αποκρίσεις στις κρίσιμες συχνότητες: + +figure.block-center.width-15cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_bode_plotter_with_values.svg").width-15cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος bode plotter-XBP1 ζωνοδιαβατού Chebyshev φίλτρου από το Multisim με σημειωμένες τις αποκρίσεις στις κρίσιμες συχνότητες. + .caption. + Οι επιλογές του bode plotter που χρησιμοποιήθηκαν: + #[br/]#[strong Mode:] Magnitude + #[br/]#[strong Horizontal:] Log με #[strong F:] 20 kHz και #[strong I:] 1 Hz + #[br/]#[strong Vertical:] Log με #[strong F:] 1 dB και #[strong I:] -200 dB + #[br/]#[strong Set...] με #[strong Resolution points:] 1000 + #[br/]Οι συχνότητες που σημειώνονται είναι f#[sub 3]=696.11 Hz, f#[sub 0]=900 Hz, μέγιστο σημείο του ripple (944.1 Hz) και f#[sub hp]=1021.52 Hz. + +p. + Από το διάγραμμα 2.3.3 γίνεται φανερό ότι η ανάλυση του κυκλώματος στο Multisim συμφωνεί με τη θεωρητική ανάλυση που προηγήθηκε κάθως και την ανάλυση που έγινε χρησιμοποιώντας το Matlab. Παρατηρούνται ωστόσο μικρές αποκλίσεις, της τάξης 10#[sup -3], οι οποίες αποδίδονται στο γεγονός ότι οι τιμές των στοιχείων που χρησιμοποιήθηκαν στο Multisim έχουν μικρότερη ακρίβεια από ότι οι αντίστοιχες τιμές στην ανάλυση στο Matlab. Επίσης οι συχνότητες που σημειώνονται στα διαγράμματα απέχουν μερικά Hz από τις κρίσιμες συχνότητες (για παράδειγμα 901.6 Hz αντί για 900 Hz). + +p. + Ο διακόπτης S1 τοποθετείται τώρα στην δεξιά επαφή ώστε να επιλεχθεί ως σήμα εισόδου του φίλτρου το σύνθετο σήμα αποτελούμενο από τα συνημιτονοειδή των πηγών V2-V6: + +p.latex-equation. + $$\begin{align*} V_{in} &= \cos\bigg((\omega_0-\frac{\omega_0-\omega_1}{2})t\bigg) + 0.8\cos\bigg((\omega_0+\frac{\omega_0+\omega_1}{3})t\bigg) + 0.8\cos(0.4\omega_3t) \\[1em] &+ 0.6\cos(2.5\omega_4t) + 0.5\cos(3\omega_4t) \\[1em] &=\cos(2*\pi*850t) + 0.8\cos(2*\pi*1466.7t) + 0.8\cos(2*\pi*278.4t) \\[1em] &+ 0.6\cos(2*\pi*2909t) + 0.5\cos(2*\pi*3490.8t) \end{align*}$$ + +p. + Χρησιμοποιώντας το εργαλείο oscilloscope (XSC1), εξάγεται η κυματομορφή του σήματος εισόδου. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_oscilloscope_input_sig.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος oscilloscope-XSC1 (μόνο channel A) ζωνοδιαβατού Chebyshev φίλτρου από το Multisim. + .caption. + Οι επιλογές του oscilloscope που χρησιμοποιήθηκαν: + #[br/]#[strong Timebase:] #[strong Scale:] 5 ms/Div, #[strong X pos.:] 0 και #[strong mode:] Y/T + #[br/]#[strong Channel:] #[strong Scale:] 2 V/Div, #[strong Y pos.:] 0 και #[strong mode:] DC + +p. + Χρησιμοποιώντας το ίδιο εργαλείο (XSC1), εξάγεται η κυματομορφή της εξόδου. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_oscilloscope_output_sig.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος oscilloscope-XSC1 (μόνο channel B) ζωνοδιαβατού Chebyshev φίλτρου από το Multisim. + .caption. + Οι επιλογές του oscilloscope που χρησιμοποιήθηκαν: + #[br/]#[strong Timebase:] #[strong Scale:] 5 ms/Div, #[strong X pos.:] 0 και #[strong mode:] Y/T + #[br/]#[strong Channel:] #[strong Scale:] 2 mV/Div, #[strong Y pos.:] 0 και #[strong mode:] DC + +p. + Χρησιμοποιώντας και τα δύο κανάλια του εργαλείου (XSC1), εξάγεται η κυματομορφή της εισόδου και της εξόδου στο ίδιο διάγραμμα. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_oscilloscope_combined_input_output_sig.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος oscilloscope-XSC1 ζωνοδιαβατού Chebyshev φίλτρου από το Multisim. + .caption. + Οι επιλογές του oscilloscope που χρησιμοποιήθηκαν: + #[br/]#[strong Timebase:] #[strong Scale:] 5 ms/Div, #[strong X pos.:] 0 και #[strong mode:] Y/T + #[br/]#[strong Channel A:] (input signal) #[strong Scale:] 2 V/Div, #[strong Y pos.:] 0 και #[strong mode:] DC + #[br/]#[strong Channel B:] (output signal) #[strong Scale:] 2 V/Div, #[strong Y pos.:] 0 και #[strong mode:] DC + +p. + Στα παραπάνω διαγράμματα μπορούμε να δούμε αναλυτικά τα σήματα εισόδου και εξόδου στο χρόνο. Στις περιγραφές των διαγραμμάτων φαίνονται οι επιλογές που έγιναν στον παλμογράφο για να προκύψουν οι αντίστοιχες παραστάσεις. + +p. + Η συνολική απόκριση του φίλτρου στο σήμα εισόδου που καθόρισε η εκφώνηση, ελέγχθηκε στο λογισμικό Matlab. Η είσοδος και η έξοδος του φίλτρου στο χρόνο, όπως προέκυψαν στο Matlab, φαίνονται στο παρακάτω διάγραμμα: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_combined_input_output_sig.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Σήματα εισόδου και εξόδου στο χρόνο, διάγραμμα από Matlab. + .caption. + Παρατηρείται ότι τα σήματα συμφωνούν με αυτά του Multisim. + +p. + Χρησιμοποιήθηκαν οι εντολές fft και lsim που παρέχονται από το λογισμικό για να εξαχθεί η απόκριση και στη συνέχεια το φάσμα της απόκρισης τόσο για την είσοδο όπως και για την έξοδο. Το φάσμα του σήματος εισόδου φαίνεται στο παρακάτω διάγραμμα: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_input_spectrum.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσμα σήματος εισόδου, διάγραμμα από Matlab. + +p. + Το φάσμα του σήματος εξόδου φαίνεται στο παρακάτω διάγραμμα: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_output_spectrum.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσμα σήματος εξόδου, διάγραμμα από Matlab. + +p. + Η ίδια απόκριση ελέγχθηκε και στο Multisim. Διατηρώντας τον διακόπτη S1 στη δεξιά επαφή, χρησιμοποιείται το εργαλείο spectrum analyzer (XSA1) για να εξαχθεί το φάσμα εισόδου. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_spectrum_analyzer_input.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσμα σήματος εισόδου, έξοδος spectrum analyzer-XSA1 από Multisim. + .caption. + Οι επιλογές του spectrum analyzer που χρησιμοποιήθηκαν: + #[br/]#[strong Frequency:] #[strong Span:] 5 kHz, #[strong Start:] 0 Hz, #[strong Center:] 2.5 kHz και #[strong End:] 5 kHz + #[br/]#[strong Amplitude:] #[strong lin] και #[strong Range:] 0.2 V/Div + #[br/]#[strong Resolution freq.:] 39.063 Hz + +p. + Με τον ίδιο τρόπο, χρησιμοποιείται το εργαλείο spectrum analyzer (XSA2) για να εξαχθεί το φάσμα εξόδου. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_spectrum_analyzer_output.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσμα σήματος εξόδου, έξοδος spectrum analyzer-XSA2 από Multisim. + .caption. + Οι επιλογές του spectrum analyzer που χρησιμοποιήθηκαν: + #[br/]#[strong Frequency:] #[strong Span:] 5 kHz, #[strong Start:] 0 Hz, #[strong Center:] 2.5 kHz και #[strong End:] 5 kHz + #[br/]#[strong Amplitude:] #[strong lin] και #[strong Range:] 0.2 V/Div + #[br/]#[strong Resolution freq.:] 39.063 Hz + +p. + Τα δύο παραπάνω διαγράμματα συνδυάστηκαν σε ένα για ευκολότερη εξαγωγή συμπερασμάτων: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_spectrum_analyzer_combined_input_output.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσματα σημάτων εισόδου και εξόδου, εξόδου spectrum analyzers-XSA1 και XSA2 από Multisim. + +p. + Από τα παραπάνω διαγράμματα συμπεραίνουμε καταρχάς ότι η ανάλυση του φίλτρου που έγινε στο Matlab συμφωνεί με αυτή που έγινε στο Multisim. Το συμπέρασμα αυτό προέρχεται από το γεγονός ότι τα φάσματα εισόδου και εξόδου του σήματος εισόδου και εξόδου του φίλτρου είναι ίδια στα δύο πειράματα. +p. + Επίσης από τα φάσματα και κυρίως από το τελευταίο διάγραμμα (2.3.14) γίνεται εύκολα αντιληπτό ότι το κύκλωμα που σχεδιάστηκε υλοποιεί επιτυχώς το επιθυμητό ζωνοδιαβατό φίλτρο. +p. + Πιο συγκεκριμένα παρατηρείται ότι στο φάσμα εξόδου εμφανίζονται μόνο οι συχνότητες του φάσματος εισόδου που ανήκουν στη ζώνη διόδου του φίλτρου. Ταυτόχρονα, οι συχνότητες της ζώνης αποκοπής, υπέστησαν τόσο σημαντική απόσβεση ώστε να μη φαίνονται στο φάσμα εξόδου, δείχνοντας ότι οι συχνότητες αυτές κόβονται από το φίλτρο. diff --git a/report/2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_combined_input_output_sig.svg b/report/2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_combined_input_output_sig.svg new file mode 100644 index 0000000..bf165b1 --- /dev/null +++ b/report/2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_combined_input_output_sig.svg @@ -0,0 +1,172 @@ + + +00.0050.010.0150.020.025Time (s)-4-3-2-101234Voltage (V) diff --git a/report/2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_input_spectrum.svg b/report/2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_input_spectrum.svg new file mode 100644 index 0000000..83c8720 --- /dev/null +++ b/report/2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_input_spectrum.svg @@ -0,0 +1,403 @@ + + +10-210-1100101102103104105Frequency 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a/report/3_band_elimination/3_band_elimination.pug b/report/3_band_elimination/3_band_elimination.pug index 3fc2a5a..ff1dfb8 100644 --- a/report/3_band_elimination/3_band_elimination.pug +++ b/report/3_band_elimination/3_band_elimination.pug @@ -71,6 +71,6 @@ figure.block-center.width-15cm Στο γράφημα φαίνονται οι συχνότητες που ορίζουν τη ζώνη αποκοπής (f#[sub 3]/ω#[sub 3] και f#[sub 4]/ω#[sub 4]) και τη ζώνη διόδου (f#[sub 1]/ω#[sub 1] και f#[sub 2]/ω#[sub 2]), καθώς και οι προδιαγραφές α#[sub min] και α#[sub max]. // Sub-Chapters -include 3_band_elimination_design -include 3_band_elimination_transfer_function_matlab -//- include 1_low_pass_transfer_function_multisim +//- include 3_band_elimination_design +//- include 3_band_elimination_transfer_function_matlab +include 3_band_elimination_transfer_function_multisim diff --git a/report/3_band_elimination/3_band_elimination_transfer_function_multisim.pug b/report/3_band_elimination/3_band_elimination_transfer_function_multisim.pug new file mode 100644 index 0000000..4e28afc --- /dev/null +++ b/report/3_band_elimination/3_band_elimination_transfer_function_multisim.pug @@ -0,0 +1,180 @@ +h3 Υλοποίηση κυκλώματος στο Multisim +p. + Το κύκλωμα του φίλτρου που σχεδιάστηκε προηγουμένως, εισάγεται στο λογισμικό Multisim όπου θα ελεγχθεί η ορθότητα της σχεδίασης του μέσω διάφορων πειραμάτων και θα εξαχθούν χρήσιμα συμπεράσματα για τη λειτουργία του φίλτρου. + Το κύκλωμα, μαζί με τα διάφορα εργαλεία που χρησιμοποιούνται για τον έλεγχό του, φαίνεται στο επόμενο σχηματικό: + +figure.block-center.width-19cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_circuit_layout.svg").width-19cm + figcaption + .reference #[span.plot-count] + .caption.title. + Υλοποίηση ζωνοδιαβατού Chebyshev στο Multisim. + .caption. + Εκτός από το κύκλωμα του φίλτρου, το σχηματικό περιλαμβάνει ένα bode plotter (XBP1), δύο spectrum analyzers (XSA1 και XSA2) και ένα oscilloscope (XSC1) για την καταγραφή των εισόδων και εξόδων του φίλτρου. Επίσης έχουν τοποθετηθεί μία πηγή στοιχειώδους περιοδικού σήματος (V1), μία ομάδα πέντε συνημιτονοειδών πηγών τάσης (V2-V6) και ένας διακόπτης (S1) για την επιλογή του σήματος εισόδου. + +p. + Ο διακόπτης S1 τοποθετείται στην αριστερή επαφή ώστε να επιλεχθεί ως σήμα εισόδου του φίλτρου το στοιχειώδες ημιτονοειδές σήμα της πηγής V1 με χαρακτηριστικά Vpp=1 V, f=1 kHz. Χρησιμοποιώντας το εργαλείο bode plotter (XBP1), εξάγεται η απόκριση συχνότητας του κυκλώματος. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-15cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_bode_plotter.svg").width-15cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος bode plotter-XBP1 ζωνοδιαβατού Chebyshev φίλτρου από το Multisim. + .caption. + Οι επιλογές του bode plotter που χρησιμοποιήθηκαν: + #[br/]#[strong Mode:] Magnitude + #[br/]#[strong Horizontal:] Log με #[strong F:] 20 kHz και #[strong I:] 1 Hz + #[br/]#[strong Vertical:] Log με #[strong F:] 1 dB και #[strong I:] -200 dB + #[br/]#[strong Set...] με #[strong Resolution points:] 1000 + +p. + Το παρακάτω διάγραμμα είναι ίδιο με το προηγούμενο, σημειώνονται όμως οι αποκρίσεις στις κρίσιμες συχνότητες: + +figure.block-center.width-15cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_bode_plotter_with_values.svg").width-15cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος bode plotter-XBP1 ζωνοδιαβατού Chebyshev φίλτρου από το Multisim με σημειωμένες τις αποκρίσεις στις κρίσιμες συχνότητες. + .caption. + Οι επιλογές του bode plotter που χρησιμοποιήθηκαν: + #[br/]#[strong Mode:] Magnitude + #[br/]#[strong Horizontal:] Log με #[strong F:] 20 kHz και #[strong I:] 1 Hz + #[br/]#[strong Vertical:] Log με #[strong F:] 1 dB και #[strong I:] -200 dB + #[br/]#[strong Set...] με #[strong Resolution points:] 1000 + #[br/]Οι συχνότητες που σημειώνονται είναι f#[sub 3]=696.11 Hz, f#[sub 0]=900 Hz, μέγιστο σημείο του ripple (944.1 Hz) και f#[sub hp]=1021.52 Hz. + +p. + Από το διάγραμμα 2.3.3 γίνεται φανερό ότι η ανάλυση του κυκλώματος στο Multisim συμφωνεί με τη θεωρητική ανάλυση που προηγήθηκε κάθως και την ανάλυση που έγινε χρησιμοποιώντας το Matlab. Παρατηρούνται ωστόσο μικρές αποκλίσεις, της τάξης 10#[sup -3], οι οποίες αποδίδονται στο γεγονός ότι οι τιμές των στοιχείων που χρησιμοποιήθηκαν στο Multisim έχουν μικρότερη ακρίβεια από ότι οι αντίστοιχες τιμές στην ανάλυση στο Matlab. Επίσης οι συχνότητες που σημειώνονται στα διαγράμματα απέχουν μερικά Hz από τις κρίσιμες συχνότητες (για παράδειγμα 901.6 Hz αντί για 900 Hz). + +p. + Ο διακόπτης S1 τοποθετείται τώρα στην δεξιά επαφή ώστε να επιλεχθεί ως σήμα εισόδου του φίλτρου το σύνθετο σήμα αποτελούμενο από τα συνημιτονοειδή των πηγών V2-V6: + +p.latex-equation. + $$\begin{align*} V_{in} &= \cos\bigg((\omega_0-\frac{\omega_0-\omega_1}{2})t\bigg) + 0.8\cos\bigg((\omega_0+\frac{\omega_0+\omega_1}{3})t\bigg) + 0.8\cos(0.4\omega_3t) \\[1em] &+ 0.6\cos(2.5\omega_4t) + 0.5\cos(3\omega_4t) \\[1em] &=\cos(2*\pi*850t) + 0.8\cos(2*\pi*1466.7t) + 0.8\cos(2*\pi*278.4t) \\[1em] &+ 0.6\cos(2*\pi*2909t) + 0.5\cos(2*\pi*3490.8t) \end{align*}$$ + +p. + Χρησιμοποιώντας το εργαλείο oscilloscope (XSC1), εξάγεται η κυματομορφή του σήματος εισόδου. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_oscilloscope_input_sig.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος oscilloscope-XSC1 (μόνο channel A) ζωνοδιαβατού Chebyshev φίλτρου από το Multisim. + .caption. + Οι επιλογές του oscilloscope που χρησιμοποιήθηκαν: + #[br/]#[strong Timebase:] #[strong Scale:] 5 ms/Div, #[strong X pos.:] 0 και #[strong mode:] Y/T + #[br/]#[strong Channel:] #[strong Scale:] 2 V/Div, #[strong Y pos.:] 0 και #[strong mode:] DC + +p. + Χρησιμοποιώντας το ίδιο εργαλείο (XSC1), εξάγεται η κυματομορφή της εξόδου. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_oscilloscope_output_sig.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος oscilloscope-XSC1 (μόνο channel B) ζωνοδιαβατού Chebyshev φίλτρου από το Multisim. + .caption. + Οι επιλογές του oscilloscope που χρησιμοποιήθηκαν: + #[br/]#[strong Timebase:] #[strong Scale:] 5 ms/Div, #[strong X pos.:] 0 και #[strong mode:] Y/T + #[br/]#[strong Channel:] #[strong Scale:] 2 mV/Div, #[strong Y pos.:] 0 και #[strong mode:] DC + +p. + Χρησιμοποιώντας και τα δύο κανάλια του εργαλείου (XSC1), εξάγεται η κυματομορφή της εισόδου και της εξόδου στο ίδιο διάγραμμα. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_oscilloscope_combined_input_output_sig.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Έξοδος oscilloscope-XSC1 ζωνοδιαβατού Chebyshev φίλτρου από το Multisim. + .caption. + Οι επιλογές του oscilloscope που χρησιμοποιήθηκαν: + #[br/]#[strong Timebase:] #[strong Scale:] 5 ms/Div, #[strong X pos.:] 0 και #[strong mode:] Y/T + #[br/]#[strong Channel A:] (input signal) #[strong Scale:] 2 V/Div, #[strong Y pos.:] 0 και #[strong mode:] DC + #[br/]#[strong Channel B:] (output signal) #[strong Scale:] 2 V/Div, #[strong Y pos.:] 0 και #[strong mode:] DC + +p. + Στα παραπάνω διαγράμματα μπορούμε να δούμε αναλυτικά τα σήματα εισόδου και εξόδου στο χρόνο. Στις περιγραφές των διαγραμμάτων φαίνονται οι επιλογές που έγιναν στον παλμογράφο για να προκύψουν οι αντίστοιχες παραστάσεις. + +p. + Η συνολική απόκριση του φίλτρου στο σήμα εισόδου που καθόρισε η εκφώνηση, ελέγχθηκε στο λογισμικό Matlab. Η είσοδος και η έξοδος του φίλτρου στο χρόνο, όπως προέκυψαν στο Matlab, φαίνονται στο παρακάτω διάγραμμα: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_combined_input_output_sig.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Σήματα εισόδου και εξόδου στο χρόνο, διάγραμμα από Matlab. + .caption. + Παρατηρείται ότι τα σήματα συμφωνούν με αυτά του Multisim. + +p. + Χρησιμοποιήθηκαν οι εντολές fft και lsim που παρέχονται από το λογισμικό για να εξαχθεί η απόκριση και στη συνέχεια το φάσμα της απόκρισης τόσο για την είσοδο όπως και για την έξοδο. Το φάσμα του σήματος εισόδου φαίνεται στο παρακάτω διάγραμμα: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_input_spectrum.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσμα σήματος εισόδου, διάγραμμα από Matlab. + +p. + Το φάσμα του σήματος εξόδου φαίνεται στο παρακάτω διάγραμμα: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/matlab_band_pass_chebyshev_output_spectrum.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσμα σήματος εξόδου, διάγραμμα από Matlab. + +p. + Η ίδια απόκριση ελέγχθηκε και στο Multisim. Διατηρώντας τον διακόπτη S1 στη δεξιά επαφή, χρησιμοποιείται το εργαλείο spectrum analyzer (XSA1) για να εξαχθεί το φάσμα εισόδου. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_spectrum_analyzer_input.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσμα σήματος εισόδου, έξοδος spectrum analyzer-XSA1 από Multisim. + .caption. + Οι επιλογές του spectrum analyzer που χρησιμοποιήθηκαν: + #[br/]#[strong Frequency:] #[strong Span:] 5 kHz, #[strong Start:] 0 Hz, #[strong Center:] 2.5 kHz και #[strong End:] 5 kHz + #[br/]#[strong Amplitude:] #[strong lin] και #[strong Range:] 0.2 V/Div + #[br/]#[strong Resolution freq.:] 39.063 Hz + +p. + Με τον ίδιο τρόπο, χρησιμοποιείται το εργαλείο spectrum analyzer (XSA2) για να εξαχθεί το φάσμα εξόδου. Το διάγραμμα και οι επιλεγμένες τιμές του εργαλείου φαίνονται παρακάτω: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_spectrum_analyzer_output.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσμα σήματος εξόδου, έξοδος spectrum analyzer-XSA2 από Multisim. + .caption. + Οι επιλογές του spectrum analyzer που χρησιμοποιήθηκαν: + #[br/]#[strong Frequency:] #[strong Span:] 5 kHz, #[strong Start:] 0 Hz, #[strong Center:] 2.5 kHz και #[strong End:] 5 kHz + #[br/]#[strong Amplitude:] #[strong lin] και #[strong Range:] 0.2 V/Div + #[br/]#[strong Resolution freq.:] 39.063 Hz + +p. + Τα δύο παραπάνω διαγράμματα συνδυάστηκαν σε ένα για ευκολότερη εξαγωγή συμπερασμάτων: + +figure.block-center.width-17cm + img(src="2_band_pass/assets/diagrams/multisim_band_pass_chebyshev_spectrum_analyzer_combined_input_output.svg").width-17cm + figcaption + .reference #[span.plot-count] + .caption.title. + Φάσματα σημάτων εισόδου και εξόδου, εξόδου spectrum analyzers-XSA1 και XSA2 από Multisim. + +p. + Από τα παραπάνω διαγράμματα συμπεραίνουμε καταρχάς ότι η ανάλυση του φίλτρου που έγινε στο Matlab συμφωνεί με αυτή που έγινε στο Multisim. Το συμπέρασμα αυτό προέρχεται από το γεγονός ότι τα φάσματα εισόδου και εξόδου του σήματος εισόδου και εξόδου του φίλτρου είναι ίδια στα δύο πειράματα. +p. + Επίσης από τα φάσματα και κυρίως από το τελευταίο διάγραμμα (2.3.14) γίνεται εύκολα αντιληπτό ότι το κύκλωμα που σχεδιάστηκε υλοποιεί επιτυχώς το επιθυμητό ζωνοδιαβατό φίλτρο. +p. + Πιο συγκεκριμένα παρατηρείται ότι στο φάσμα εξόδου εμφανίζονται μόνο οι συχνότητες του φάσματος εισόδου που ανήκουν στη ζώνη διόδου του φίλτρου. Ταυτόχρονα, οι συχνότητες της ζώνης αποκοπής, υπέστησαν τόσο σημαντική απόσβεση ώστε να μη φαίνονται στο φάσμα εξόδου, δείχνοντας ότι οι συχνότητες αυτές κόβονται από το φίλτρο. diff --git a/report/report.pug b/report/report.pug index 56f5b06..84e1eb5 100644 --- a/report/report.pug +++ b/report/report.pug @@ -5,8 +5,8 @@ //- include 0_intro/0_intro //- include 1_low_pass/1_low_pass //- include 2_band_pass/2_band_pass -//- include 3_band_elimination/3_band_elimination -include 4_high_pass/4_high_pass +include 3_band_elimination/3_band_elimination +//- include 4_high_pass/4_high_pass //- Removes annoying date from top left corner template#page-header